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Kein Folientitel

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Dr. Hans Briem Einf hrung in die Arzneimittelforschung - Vorlesung WS 2000/2001 ... Terrapins in-vitro screening in diverse reference assays is simulated ... – PowerPoint PPT presentation

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Title: Kein Folientitel


1
Computer-Assisted Library Design (CALD)
2
  • Issues and Concepts in Combinatorial Library
    Design
  • Size of the library
  • Coverage of properties (chemical space)
  • Diversity, Similarity, Redundancy
  • Descriptor validation
  • Subset selection from virtual libraries
  • Analysis of Structure-Activity Relationships
    (SAR)

3
Library Size Considerations
Generic library
Targeted/Biased library
Focussed library
Assay
4
Example of target knowledge
5
Coverage of properties (Chemical space
concept)
6
What is similar?
7
Different spaces, classified by
8
16 diverse aldehydes...
9
...sorted by common scaffold
10
...sorted by functional groups
11
  • Key features in similarity/diversity
    calculations
  • Properties to describe elements (descriptors)
  • Distance measure (metric)

12
Molecular Descriptors
  • 1D Whole-molecule properties (e.g. molecular
    weight, melting point, logP etc.)
  • 2D Presence or absence of molecular
    fragments - path-based -
    fragment-based - feature trees
  • 3D - Surface properties (e.g. electrostatic
    potential, solvent accessible surface area
    etc.), - 3-dimensional shape, - Affinity
    fingerprints

13
Path-based 2D fingerprints (implemented e.g. in
Daylight and Tripos software)
14
Fragment-based 2D fingerprints (implemented e.g.
in MDL software)
15
Feature Trees (Rarey and Dixon, J. Comp.-Aided
Mol. Des. 12 (1998) 471-490)
16
in-vitro Affinity Fingerprints (Kauvar et al.,
ChemistryBiology, 2 (1995) 107-118)
Molecular similarity is defined by in-vitro
binding patterns ("Affinity Fingerprints") of a
ligand set (L) in reference binding assays (A)
17
in-silico (virtual) Affinity Fingerprints (Briem
and Lessel, Perspect. in Drug Discovery Design,
20 (2000) 231-244)
  • Terrapins in-vitro screening in diverse reference
    assays is simulated
  • by Computational Docking into a reference panel
    of protein pockets (Docksim, Flexsim-X)
  • by Computational Fitting onto a reference panel
    of small molecules (Flexsim-S)

18
Some Distance Measures (Metrics)
  • Tanimoto coefficient(only applicable for binary
    representations)
  • Euclidian (geometric) distance(applicable for
    binary and non-binary representations)

19
Calculation of Tanimoto coefficient
Bits set in Molecule A 4 Bits set in Molecule
B 4 Bits in common 3
20
Calculation of Euclidian distance
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